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Effects of intrinsic anharmonicity in the Mie-Gruneisen equation of state and higher order corrections

机译:Mie-Gruneisen状态方程和高阶校正中本征非谐性的影响

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The usual quasiharmonic Mie-Giiineisen (MG) equation of state is modified by the inclusion of 'intrinsic anharmonicities', which have been considered up to now primarily in the high temperature limit, A comparison with experimental data for the rare gas solids, Ar, Kr and Xe and for MgO reveals that the anharmonic contributions cannot be represented perfectly within the MG approximation. A small but significant modification of the MG approach is presented to estimate intrinsic anharmonic contributions within a mean-field approximation for the thermal part of the internal energy. This estimate results in reasonable interpolations to low temperatures, where quantum effects are dominant. The present approach is also compared with more restricted recent theoretical results.
机译:通常的准谐态Mie-Giiineisen(MG)状态方程通过包含“本征非谐性”进行修正,“非固有非谐性”迄今主要在高温范围内被考虑,与稀有气体固体Ar, Kr和Xe以及MgO表明,在MG近似中不能很好地表示非谐贡献。提出了MG方法的一个小而重要的修改,以估计内部能量的热部分的平均场近似内的固有非谐贡献。该估计值导致对量子效应占主导地位的低温进行合理的插值。还将本方法与更严格的最新理论结果进行比较。

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